Laboratoire de Mathématiques et Modélisation d'Evry

Domaines scientifiques déclarés au RNSR

Panels ERC déclarés au RNSR

Mots-clés des publications HAL repérées

Projets ANR

• Impacts évolutif et fonctionnel de variations épigénétiques chez des arbres forestiers. · 2017
• Méthodes et Modèles pour la caractérisation phénotypique fine de la Maladie de Parkinson · 2016

Publications HAL récentes repérées

• Self-interacting approximation to McKean-Vlasov long-time limit: a Markov chain Monte Carlo method · 2026

  Résumé de la publication : For a certain class of McKean-Vlasov processes, we introduce proxy processes that substitute the mean-field interaction with self-interaction, employing a weighted occupation measure. Our study encompasses two key achievements. First, we demonstrate the ergodicity of the self-interacting dynamics, under broad conditions, by…

• On the intrinsic approaches in mechanics · 2026

  Résumé de la publication : This paper aims to illustrate the interest of so-called intrinsic or coordinate-free or geometric approaches in mechanics and to start a discussion about their positions with respect to the opposite aspects carried by computational mechanics. Due to recent developments of pure computational…

• Intrinsic Estimation of Frenet Curvatures for 3D Trajectory Analysis · 2026

  Résumé de la publication : This paper addresses a statistical challenge underlying the precise analysis of curves in from discrete and noisy observations. A significant part of curve or functional data analysis relies heavily on understanding the shapes of curves. While Frenet curvature parameters are recognized for…

• Understanding the worst-kept secret of high-frequency trading · 2026

  Résumé de la publication : Volume imbalance in a limit order book is often considered as a reliable indicator for predicting future price moves. In this work, we seek to analyse the nuances of the relationship between prices and volume imbalance. To this end, we study a…

• New weighted Riesz-type pointwise inequalities and applications to generalized Sobolev estimates · 2026

  Résumé de la publication : In this article we study some new pointwise inequalities between rough singular integral operators, weighted maximal functions of the gradient and weighted Morrey spaces. These pointwise estimates will naturally lead us to a new class of weighted Sobolev-type inequalities.